Talks in conferences:

1. April 8-9, 2024, Bilbao-Bordeaux workshop on PDEs, Bilbao, Phase blow up for the cubic NLS and connections with the binormal flow.

2. August 28 – September 1, 2023 School/Workshop on Wave Dynamics: Turbulent vs Integrable Effects, ICTP, Trieste, Phase blow up for the cubic NLS and connections with the binormal flow. 

3. June 26–27, 2023, Modelling the propagation of fluids, Mathematical analysis and numeric approximation, Valladolid, On the topology of the magnetic lines of solutions of MHD. 

4. June 12–16, 2023, Many-body quantum problems and dispersive PDEs, Warwick Mathematics Institute, UK, Phase blow up for the cubic NLS and connections with the binormal flow. 

5. June 5–9, 2023, Analysis and Hamiltonian PDEs: remembering Thomas Kappeler, Zürich, Phase blow up for the cubic NLS and connections with the binormal flow. 

6. March 16–17, 2023, AGAPI Workshop on Magnetohydrodynamics, ICMAT, Madrid, On the topology of the magnetic lines of solutions of MHD. 

7. September 5–8, 2022, conference “Waves in Venice” Venice, Italy: On the topology of the magnetic lines of solutions of MHD. • May 22–28, 

8. 2022, Oberwolfach workshop “Deterministic Dynamics and Randomness in PDE”, MFO, Oberwolfach, Germany: Transport of Gaussian measures with exponential cut-off for Hamiltonian PDEs.

9. Workshop de l’Institut Camille Jordan “modèles asymptotiques et méthodes numériques pour les milieux continus et la biologie", Université Jean Monnet, Saint Etienne, France, December 9, 2021: Mesures quasi-invariantes pour des EDPs Hamiltoniennes. 

10. INdAM Workshop "Qualitative properties of dispersive PDEs", Rome, Italy, September 2–4, 2021: Transport of Gaussian measures with exponential cut-off for Hamiltonian PDEs 

11. University of Padova, Italy, 3-days workshop "PDEs in quantum mechanics", June 15–17, 2020 (postponed): Pointwise convergence properties of the nonlinear Schrödinger equation

12. Institute Mittag Leffer, Stocholm, Nonlinear dispersive waves, solitons and related topics, June 10--14, 2019: Pointwise convergence properties of the nonlinear Schrödinger equation 

13.  Bressanone, Bolzano, Italy, Winter school on Fluid Dynamics, DIspersive equations and Quantum fluids, December 17--21, 2018: Vortex reconnection for the 3D Navier--Stokes equation

14. KIT, Karlsruhe, Germany, Conference on Mathematics of Wave Phenomena, July 23--27, 2018: Invariant measures for the periodic derivative nonlinear Schrödinger equation

15. MFO, Oberwolfach, Germany, Gibbs Measures for Nonlinear Dispersive Equations, April 15--21, 2018: Invariant measures for the periodic derivative nonlinear Schrödinger equation 

16. La Thuile, Aosta, Italy, Dynamics of Hamiltonian PDEs, February 5--8, 2018: Invariant measures for the periodic derivative nonlinear Schrödinger equation  

17. University of Birmingham, United Kingdom, Harmonic Analysis/PDEs workshop, December 13, 2016: Average decay of the Fourier transform of fractal measures

18.  GSSI L'Aquila, Italy, Summer School on fluid dynamic and related topics, July 18-22, 2016: Stability and regularity properties of the Navier--Stokes equation

19. El Escorial, Madrid, Spain, 10th International Conference on Harmonic Analysis and Partial Differential Equations, June 12-17, 2016: Pointwise convergence of the Schrödinger equation

20. Universidad de Murcia, Spain, Congreso de j\'ovenes investigadores, September 7-11, 2015: Maximal estimates for the Schrödinger operator  

21.  Roscoff Station Biologique CNRS, France, Journées 'EDP, June, 1-5, 2015: On the size of the regular set of suitable weak solutions of the Navier--Stokes equation

22.  Sapienza University, Rome, Summer school on KAM Theory and Dispersive PDEs, September, 1-11, 2014: On the Schrödinger maximal function in higher dimension.

23. Campus de Cantoblanco, Madrid, 10-th AIMS Conference on Dynamical System, Differential Equation and Applications, Special Session 43, July, 07-11, 2014: Local regularity with angular integrability for the Navier--Stokes equation

24.  Sapienza University, Rome, Conference on Analysis of Relativistic and Non-Relativistic models in Quantum Mechanics, May, 19-23, 2014: On the size of divergence sets of the Schrödinger equation

25.  ICMAT, Madrid, Summer School on Analysis of Incompressible Fluids, June 27, 2013: Regularity criteria with angular integrability for the Navier--Stokes equation

Talks in seminars:

1. January 12, 2023, Institut Denis Poisson, Orléan, France, Phase blow-up for the cibic NLS and applications to the binormal flow. 

2. October 23, ENS Lyon, France, Phase blow-up for the cibic NLS and applications to the binormal flow.

3. March 22, 2023, IMUS, Sevilla, Spain, Seminar Fluid Conversations, On the topology of the magnetic lines of solutions of MHD. 

4. October 24, 2022, Laboratoire de Mathématiques Jean Leray, Nantes, France. Mesures quasi- invariantes pour l’équation de Benjamin-Bona-Mahony. 

5. November 20, 2022. LMO, Orsay, France. Reconnexion magnétique pour des solutions d’équations de la magnétohydrodynamique. 

6. July 14, 2022, UPV/EHU, Bilbao Analysis and PDEs seminar: On the topology of the magnetic lines of solutions of MHD.

7. Institute Camille Jordan, Lyon, France. March 8, 2022. Séminaire d'analyse: Mesures quasi-invariantes pour l'équation de Benjamin-Bona-Mahony. 

8. LAGA, University Paris 13, France. March 15, 2021 (online). Analysis Seminar: Quasi invariant measures for Hamiltonian PDEs

9. BCAM, Bilbao, Spain. Joint Meeting APDEs - Machine Learning, January 21, 2021 (online). Machine learning and the Korteweg–de Vries equation

10. BCAM-UPV, Bilbao, Spain. Joint Analysis-PDEs Seminar, July 16, 2020 (online). Convergence over fractals for the periodic Schrödinger equation

11. University of Nice, Nice, France. Séminaire équations aux dérivées partielles, June 25, 2020 (online). Reconnection tourbillonnaire pour l’équation de Navier-Stokes.

12. IECL, University of Nancy, France, Séminaire équations aux dérivées partielles et applications, February 4, 2020: Pointwise convergence properties of the nonlinear Schrödinger equation

13. MIT, Boston, USA, PDE/Analysis seminar, February 12, 2019: On the pointwise convergence of solutions of the Schrödinger equation to the initial datum

14. University of Glasgow, Scotland, November 19, 2018: Invariant measures for the derivative nonlinear Schrödinger equation

15. BCAM, Bilbao, Spain, BCAM scientific seminar, June 21, 2018: On the pointwise convergence of solutions of the Schrödinger equation to the initial datum

16. SISSA, Trieste, Italy, Analysis Seminars, January 9, 2018: Invariant measures for the periodic derivative nonlinear Schrödinger equation

17. Sapienza University, Rome, Italy, PDEs Seminars, 20 November 2017: On the pointwise convergence of solutions of the Schrödinger equation to the initial datum

18. Department Mathematik und Informatik, Universität Basel, May 4, 2016: Stability and regularity properties of the Navier--Stokes equation

19.  Institut für Mathematik Universität, Zürich, December 17, 2015: Stability and regularity properties of the Navier--Stokes equation

20. Universidad Autónoma de Madrid, Madrid, November 20, 2015: Pointwise convergence of the Schrödinger equation and related problems

21. HCM, Bonn, Graduate Seminar on Advanced Topics in PDE, December 6, 2013: Local regularity with angular integrability for the Navier--Stokes equation

22. University Paris Diderot, Probabilities and Random Models Laboratory, December 5, 2013: Random walk on a lattice with an antisymmetric perturbation in a point

23. ICMAT, Madrid, Seminario de EDP's y Mecanica de Fluidos, November 13, 2013: Local regularity with angular integrability for the Navier--Stokes equation

24. Sapienza University, Rome, December 12, 2012: Inequalities with angular integrability and applications

25.  Federico II University, Naples, June 24, 2011: The Hardy--Littlewood--Sobolev inequality with angular integrability